math ch14: exponential and logarithmic functions:

form of the exponential function:

if a>0 and b>1, the function represents

if a>0 and 0<b<1, the function represents

y intercept is

if a=1, y=——- and y intercept is

domain of an exp function is

range of exp function is

the horizontal asymptote is

for the exponential inequality b^x > b^y: if b>1:

for the exponential inequality b^x > b^y: if 0<b<1:

base b of a positive number x satisfies the following definition is

log 10x= log x only if b=

the logarithmic function with base b, logbX=y is the inverse of

the exponential and logarithmic graphs are

for exponential growth functions and their log inverse: b is

for exponential decay functions and their logarithmic inverse: b is

for x intercept (1,0): vertical asymptote=

domain=

range=

standard form of logarithmic equation:

domain:

x-int=

product property of logbXY=

quotient property of log function: logb X/Y=

power property of log function logbX^p=

logb1=

logbB=

logbB^x=

for the logartihmic inequality logbX>logbY:

b>1:

0<b<1:

for the log equation logbX=logbY

b>0,b=/1: